HEAT+MASS TRANSFER-PHYSICAL ACCESS CODE
6th Edition
ISBN: 9781265896676
Author: CENGEL
Publisher: MCG CUSTOM
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Determine the normal stresses σn and σt and the shear stress τnt at this point if they act on the rotated stress element shown
Using method of joints, determine the force in each
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tension or compression.
A
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Question 5.
The diagram below shows a mass suspended from a tie supported by two horizontal braces of
equal length. The tie forms an angle "a" of 60° to the horizontal plane, the braces form an angle
0 of 50° to the vertical plane.
If the mass suspended is 10 tonnes, and the braces are 10m long, find:
a) the force in the tie; &
b) the force in the braces
Horizontal Braces,
Tie
Mass
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- Adhesives distribute loads across the interface, whereas fasteners create areas of localized stresses. True or Falsearrow_forwardA continuous column flash system is separating 100 kmol/h of a saturated liquid feed that is 45 mol% methanol and 55 mol% water at 1.0 atm. Operate with L/V = 1.5 and the outlet bottoms at xN = 0.28. Find the values of FL, FV, y1, and the number of equilibrium stages required. Find the value of Q used to vaporize FV. For a normal flash with the same feed and the same V/F, find the values of x and y.arrow_forwardA beer still is being used to separate ethanol from water at 1.0 atm. The saturated liquid feed flow rate is F = 840.0 kmol/h. The feed is 44.0 mol% ethanol. The saturated vapor steam is pure water with ratio of steam flow rate S to feed rate, S/F = 2/3. We desire a bottoms product that is 4.0 mol% ethanol. CMO is valid. Find the mole fraction of ethanol in the distillate vapor, yD,E. Find the number of equilibrium stages required. If the feed is unchanged and the S/F ratio is unchanged, but the number of stages is increased to a very large number, what is the lowest bottoms mole fraction of ethanol that can be obtained?arrow_forward
- 3.1 Convert the following base-2 numbers to base-10: (a) 1011001, (b) 110.0101, and (c) 0.01011.arrow_forwardConsider the forces acting on the handle of the wrench in (Figure 1). a) Determine the moment of force F1={−F1={−2i+i+ 4 jj −−8k}lbk}lb about the zz axis. Express your answer in pound-inches to three significant figures. b) Determine the moment of force F2={F2={3i+i+ 7 jj −−6k}lbk}lb about the zz axis. Express your answer in pound-inches to three significant figures.arrow_forwardI need you to explain each and every step (Use paper)arrow_forward
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